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Expanded Claude 3.5 sonnet version Abstract Assembly Theory, a groundbreaking framework proposed by Lee Cronin, offers a novel approach to understanding complexity through the lens of assembly steps. This essay delves into the application of Assembly Theory to the development of artificial general intelligence (AGI), drawing insightful parallels with biological evolution and scrutinizing the challenges…

(with help from Claude 3.5 sonnet and GPT4) Abstract Assembly Theory, as proposed by Lee Cronin, provides a framework for understanding complexity through the number of steps required to assemble a system. This paper explores the application of assembly theory to the development of artificial general intelligence (AGI), drawing parallels with biological evolution and examining…

Synergy Between Assembly Theory and Biological Relativity Introduction The quest to understand life, its origins, and its fundamental nature has been a driving force in scientific inquiry for centuries. As our knowledge and technological capabilities have advanced, so too have the theoretical frameworks we use to conceptualize and study living systems. Two recent and influential…

The Accelerated Evolution of AI: A Deep Dive into Aristotelian and Noble Causes in LLM and ANN Development 1. Introduction The field of artificial intelligence (AI) has witnessed unprecedented growth and evolution in recent years, particularly in the domains of Large Language Models (LLMs) and Artificial Neural Networks (ANNs). This rapid progression, often described as…

The Semantic Veracity of RDMS vs LLM/ANN Representations of the Real World In the realm of data representation and knowledge management, two paradigms stand in stark contrast: the traditional Relational Database Management Systems (RDMS) and the emerging Large Language Models (LLM) coupled with Artificial Neural Networks (ANN). This essay delves into the fundamental differences between…

Explaining the Monty Hall Probability Puzzle with Claude 3.5 sonnet FS explain the money hall problem without using math The Monty Hall problem is a famous probability puzzle that often surprises people with its counterintuitive solution. Here’s an explanation without using math: Imagine you’re on a game show. There are three closed doors in front…